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09:30 to 11:00 |
Ajeet Kumar (IIT Delhi, India) |
Constitutive relations in rod theory - lecture 2 |
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11:30 to 13:00 |
Vincent Demery (ESPCI Paris, France) |
Pattern formation, wrinkles - lecture 1 |
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14:00 to 15:30 |
Hadrien Oliveri (Max Planck Institute for Plant Breeding Research, Germany) |
The hydromechanical basis of plant growth - lecture 1 Unlike motile animal cells driven by cytoskeletal forces, plant cells are confined by rigid walls and cannot migrate. Their development thus relies on cell growth and division, governed by hydraulic processes.
Plant growth is a hydromechanical phenomenon: cells absorb water osmotically, remodel their walls, and expand irreversibly, generating tissue-level deformations and form. In this first part of this series of lecture on the mechanics and mathematics of plant morphogenesis, we focus on individual plant cells, exploring the fundamental mechanisms of cell expansion and their mathematical modeling. Building on Lockhart’s (1965) classical model, we introduce the concept of turgor pressure and its link to growth, mechanics, and geometry—foundations for a theory of plant active matter.
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15:30 to 17:00 |
Joel Marthelot (Aix-Marseille University, France) |
Morphing without Muscles: Hydraulic Actuation in nature Programming motion in soft, deformable structures remains a central challenge for conventional design frameworks. Biological systems provide instructive examples of hydraulically driven morphogenesis and actuation. In holometabolous insects, for instance, Drosophila wings undergo rapid post-eclosion wing expansion, completed within minutes through hydraulic pressurization. I will present a minimal mechanical model that captures the essential features of this pressure-driven deployment at the organ scale. In parallel, I will discuss hydraulic actuation in Mimosa pudica, where localized water exchange between cells and adjacent air cavities generates fast motion. These case studies highlight how plants and insects harness geometry, compartmentalization, and fluid redistribution to achieve rapid and robust shape change, offering guiding principles for the design of hydraulically actuated soft robotic systems.
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